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  <front>
    <journal-meta />
    <article-meta>
      <title-group>
        <article-title>Decision Support During the Vessel Control at the Time of Negative Manifestation of Human Factor</article-title>
      </title-group>
      <contrib-group>
        <aff id="aff0">
          <label>0</label>
          <institution>Kherson State Maritime Academy</institution>
          ,
          <addr-line>Ushakova avenue 20, Kherson, 73000</addr-line>
          ,
          <country country="UA">Ukraine</country>
        </aff>
        <aff id="aff1">
          <label>1</label>
          <institution>Kherson State University</institution>
          ,
          <addr-line>Universytetska st., 27, Kherson,73003</addr-line>
          ,
          <country country="UA">Ukraine</country>
        </aff>
        <aff id="aff2">
          <label>2</label>
          <institution>Odessa National Polytechnic University</institution>
          ,
          <addr-line>Nebesnoy sotni st., 23, Kherson,73013</addr-line>
          ,
          <country country="UA">Ukraine</country>
        </aff>
      </contrib-group>
      <abstract>
        <p>The simulation and program implementation approaches are presented in the tasks of determining the periods of loss of control due to the fault of the human factor in the operation of marine transport while carrying the navigation watch. Experiments have been carried out confirming the problem of the negative influence of the human factor on the example of navigational tasks in the Bosphorus and Hong Kong Straits. Automated tools have been developed to identify hazardous areas for navigation on location mapping by analyzing the accident geolocation in the Hong Kong Strait and the Bosphorus, which is a decision support system for emergency situations. A software module has been developed that makes it possible to identify the time periods for the manifestation of the human factor of the navigator by analyzing the ECDIS database in real time. Mathematical models of the triggering of the vessel automated course alteration system (VACA) and the actions of the navigator when controlling/navigating the vessel in difficult maneuvering zones are proposed.</p>
      </abstract>
      <kwd-group>
        <kwd />
        <kwd>human factor</kwd>
        <kwd>decision support</kwd>
        <kwd>automated divergence</kwd>
        <kwd>model of behavior</kwd>
        <kwd>emergency situations</kwd>
      </kwd-group>
    </article-meta>
  </front>
  <body>
    <sec id="sec-1">
      <title>-</title>
      <p>
        During the passage planning, preliminary and executive plotting is performed in
ECDIS, but the navigator cannot be fully confident in its effectiveness [
        <xref ref-type="bibr" rid="ref1 ref2">1-2</xref>
        ]. A
number of factors associated with oncoming traffic and random obstacles, weather
conditions and the composition of the watch bring in adjustments which leading to
emergency situations and catastrophic consequences [
        <xref ref-type="bibr" rid="ref3 ref4">3-4</xref>
        ]. A lot of research is aimed at
analyzing risks due to the human factor at the time of maneuvers and divergences, at
obtaining a priori probability of a catastrophe occurring depending on the situation
[56]. In the most difficult locations, such as Hong Kong, Singapore, the Bosporus and
Dardanelles straits require the help of experienced pilots, but even their preparation
also includes the full range of possible situations leading to disasters [
        <xref ref-type="bibr" rid="ref7 ref8 ref9">7-9</xref>
        ]. Despite a
lot of research in such area, this study is relevant because the human factor is still the
most significant cause of collisions and accidents in maritime transport [
        <xref ref-type="bibr" rid="ref10 ref11 ref12 ref13">10-13</xref>
        ].
      </p>
      <p>
        Analysis of the literature showed that the main problem is the lack of models for
identifying the manifestation of the human factor in the early stages. The complexity
of constructing such models is that each navigator responds to a particular situation
differently, as a result of which it is difficult to predict at what point a “human error”
occur [
        <xref ref-type="bibr" rid="ref14">14</xref>
        ]. Generalized statistics do not allow for the effective monitoring of ship
management/handling processes with a high degree of reliability.
      </p>
      <p>The purpose of the article is to develop formal models and software for
determining periods of loss of control due to the human factor of the navigator and methods
for switching to automated vessel control in emergency situations.</p>
      <p>To achieve the goal of the article it is necessary:
1. To develop means of automated identification and display on the cartographic
panel of the most dangerous navigation zones within the framework of the expert
decision support system during emergency situations.
2. Determine periods of loss of ship control dependent on individual stable reactions
of navigators, affecting control parameters and dependent on location and
complexity by automated analysis of ECDIS databases.
3. Carry out a mathematical simulation of the human factor manifestation in the time
of vessel management/handling when the vessel automated course alteration
(VACA) is triggered in areas of high attention.
4. Develop an algorithm and software for emergency transition to the automated
control mode of the vessel in order to automatically diverge with target vessels in
critical situations.</p>
      <p>The solving of this task will allow at a qualitatively new level to approach the
solution of the problem of intellectual data mining in the management/handling of the
vessel and prevent catastrophic situations in maritime transport.
2</p>
    </sec>
    <sec id="sec-2">
      <title>Materials and method</title>
      <p>To build adequate mathematical models, behavioral responses of navigators in the
Hong Kong Strait were analyzed to identify signs of occurrence of abnormal and
catastrophic situations due to the human factor of navigators.</p>
      <p>In order to obtain reliable results for the experiments, the “TRANSAS
NAVIGATIONAL SIMULATOR NTPRO 5000” navigation simulator was used to
enable utilize information navigation panels of Navi-Sailor 4000 ECDIS
Multifunction Display (ECDIS, Radar, Conning) at Kherson State Maritime Academy, Ukraine.</p>
      <p>
        A preliminary analysis of the location showed that the entire passage of Hong
Kong Strait is difficult due to several points [
        <xref ref-type="bibr" rid="ref15">15</xref>
        ]. The main point is a lot of cross over
ways by different type’s of fishing boats, special service fleet (tugboats, floating
cranes and etc.), coastal fleet and ferries. Additional difficulties which occur during
passage are weather condition [
        <xref ref-type="bibr" rid="ref16 ref17 ref18">16-18</xref>
        ].
      </p>
      <p>
        Strong winds (mostly NE-li) and very often showers and fogs. Shower and fog
require from navigators to pay high attention to controlling their own vessel's position,
as well as control of other target vessels, which includes small and bad targets for
plotting. A strong wind increases wind resistance (especially on ships with a huge
sailing area, such as large container ships), and also requires additional efforts by the
navigator to control the trajectory of the vessel (Fig. 1). In addition, it is difficult to
get through the Hong Kong Strait because it is a restricted zone for maneuverability
controlled by the Hong Kong TSC/VRS (MARDEP) [
        <xref ref-type="bibr" rid="ref19">19</xref>
        ]. The entire path from the
Round Island to Urmston Road has clear zones and boundaries that are bounded by
shallows, shore lands, rocks, islands and many anchored boats and vessels.
      </p>
      <p>The passage from the Round Island to Ma Wan Island is always busy with
intersecting traffic as indicated above and as an addition to the incoming-outgoing traffic
to container and tanker terminals located to east of the TSC/VRS.</p>
      <p>A huge alteration in the course (over 90 degrees) a beam of Ma Wan Island
requires from navigator to pay more attention to the position of the vessel, as well as to
control the trajectory of the vessel movement (Fig. 1).</p>
      <p>The passage from Ma Wan Island to Urmston Road includes all the hazards
described above with less intensity and practically eliminates cross-over passage by
huge merchant ships.</p>
      <p>All the difficulties and dangers described lie in force on the return passage of the
Hong Kong Strait. According to statistics, the most severe collisions occur in the open
sea, in the straits and fairways in conditions of restricted visibility or at night, due to
high speeding and increased complexity of observation, especially for areas of
intensive navigation. For a more detailed consideration of the passage of the straits, an
experiment was conducted using the navigation simulator Transas - NTPRO 5000, in
which about 247 cadets took part. The task was to pass the Hong Kong Strait and the
Bosporus Strait in conditions of heavy traffic and numerous divergences under normal
visibility. As a result, the test helped to divide the passage of the strait into zones:
easy, moderate and difficult. The analysis showed that the greatest difficulty is the
passage under the bridges and maneuvering in narrow areas.</p>
      <p>When analyzing accidents in the Hong Kong Strait, areas near the narrowness of
Ma-Wan Island were clearly distinguished (Fig. 2). At Fig. 2(a) stated main traffic
route to the East from Ma Wan island which common use by all kind of vessels and
applicable for all large merchant vessel of different types. At Fig. 2(b) mentioned
traffic route to the West from Ma Wan Island restricted by shallows, bridge high and
in use by small and coastal vessels only.</p>
      <p>a
b
Also analyzed the routes of the vessel in the Bosporus Strait for collisions (Fig. 3
a). Bosporus Strait was divided into zones according to the levels of difficulty of
passage. Those zones where up to 2 collisions were recorded within a radius of 0.5 mm
were considered simple (green); from 3 to 5 - medium difficulty (yellow); more than
5 - complex (red).</p>
      <p>a
b</p>
      <p>Then the process of passing the location was changed – weather conditions
deteriorated, which resulted in restricted visibility, while the traffic intensity was reduced by
32% (Fig. 3 a).</p>
      <p>As a result of the experiment, an increase in the area of the complex zone was
recorded from 37% to 83%. This suggests that for navigators the conditions of restricted
visibility are more dangerous than the intensity of the traffic.</p>
      <p>There is a need for timely identification of the moment of loss of control over the
vessel. To do this, must clearly identify and classify the factors that most often lead to
navigation errors.</p>
      <p>Among the numerous mistakes made by navigators, there is a clear tendency to
their repeatability, which makes it possible to classify the main types of errors by
category: the multifactorial situation, false identification, stress, habits, fatigue.</p>
      <p>Taking into account this classification, it becomes possible to create a
computerized system for monitoring the behavior of the navigator, which will help to identify
in time the loss of control over the vessel by analyzing the database of control
parameters (Fig. 4).</p>
      <p>To identify the moment of loss of control, a software / hardware module was
developed that allows tracking control parameters such as the speed and rotation of the
steering wheel. Distinctive features are the frequent change of positions, such as
rudder shifts for a short time. This fact testifies to the impossibility of taking a firm
decision and a strategy for maneuvering the diverge with obstacles. Figure 6 shows a
graph indicating a clear loss of control over the situation by the navigator in 69
seconds. The system consists of several modules, each of which will be responsible for
controlling certain factors. Information from all modules will be accumulated in a
single database, and then processed by the central system, which is responsible for
making certain decisions aimed at assisting to the navigator.</p>
      <p>Analysis of the vessel’s trajectory through the Bosporus Strait from the Black Sea
shows that incorrect decision making during the divergence maneuver led to vessel
crossing the dangerous isobath near the coastline of Rumelihisar, Turkey (Fig. 5 a, b).</p>
      <p>
        The formalization of control tasks at the time of loss of control over the vessel in
the framework of mathematical models can lead to the formulation of the next class of
problems of managing complex coordination processes in systems with latency
responses of the navigator [
        <xref ref-type="bibr" rid="ref20">20,21</xref>
        ].
      </p>
      <p>The process of loss of control over a ship at the moment of an oversupply of
information factors may well be described by a system of differential equations [22]
with delays containing VACA as a function of time:
ds  f st , st  1 ,..., st  s , d t 
dt
____</p>
      <p>Where condition st   s1t ,..., sn t , and d t   d1t ,..., dm t ,  i  0, i  1, z is
the navigator response to an emergency situation z, d  d t  - VACA, which takes
into account the influence of considered corrective actions process. Corrective actions
imply a transition to VACA or the impact of a decision support system at the time of
exacerbation of the situation while controlling/handling the vessel [23].</p>
      <p>Then system (1) can be considered in conjunction with the following initial
conditions:
st0   s0, st   t ,t  t0  max  i ,t0 

1iz 
Where t0 - the moment of the beginning of VACA.</p>
      <p>The class of functions [24] is considered as admissible ranges of VACA, on the
range of values D, on which additional constraints related to the specifics of the task
can be imposed. These restrictions may take into account the location mapping, the
maneuverability of the vessel and its parameters, weather conditions, ice cover,
environmental conditions, etc. [25]. Then in the general case the condition is considered:
d t  D  Y m
(1)
(2)
(3)</p>
      <p>Where D is a compact set in Y m . It should be noted that the VACA process can be
broken down into stages due to the difficulty of getting out of this situation.</p>
      <p>Given that the main goal of VACA is formalized in the framework of (1), then a
number of conditions must be fulfilled:
____
 qi1d   , i  1, y , y  q
cst   0, t  t1i  i , t1i , i  1, q</p>
      <p>____
____</p>
      <p>Here  qi1  qi1d , i  1, y - the length of the time intervals relative to the
stages of VACA t0 ,T  , determined from the conditions:</p>
      <p>Where t 0i  t1i  i , t1i - the boundary points of successive stages on the segment
VACA , in which the inequality holds cst   0 . The magnitude   0 and number
of stages y  1 for which conditions (4) must be satisfied are specified.</p>
      <p>The interval at which inequality (5) is fulfilled is interpreted in emergency
situations models as a stage of a substantial reduction in the risk of a catastrophe between
dangerous sections of the route relative to the location [26,27].</p>
      <p>A specific condition may be, for example, a condition
mt   m ,t  t1i  i ,t1i ,i  1, q where mt  is an indicator of the complexity of the
___
situation. Conditions (4) are interpreted as the goal of increasing, to a predetermined
value, the intervals of corrective action during a cyclically exacerbating situation,
recurring factors leading to loss of control over the vessel.</p>
      <p>The specified number of intervals q, y are selected from the analysis of the vessel’s
passage plan relative to the location and independent of q, y. The selection of q, y
values also depends on the capabilities of the VACA, the maneuverability of the
vessel, etc., and determined by the restrictions on the VACA.</p>
      <p>The task allows the constraints on VACA not only in the form of condition (3), but
also in the form of a set of constraints of the type of inequalities imposed on the final
state of the system at the time t1q , which determines the end moment of the VACA
process:</p>
      <p>Ji (d )  qi st1q  0, i 
_______________
y 1, y 
(6)</p>
      <p>As functionals VACA can be considered the time t1d   t1q  t0 to achieve a safe
state for the transition to manual control. Thus, a task that can be presented in a single
______________
form J j d   0, j  1, y  is considered.
(4)
(5)</p>
    </sec>
    <sec id="sec-3">
      <title>Results</title>
      <p>Consider the use of VACA in constrained conditions. Let the sea electronic
navigation chart presented on a plane be an orthogonal grid. Then the process of moving the
vessel in difficult constrained conditions and narrows can be represented as a grid
trajectory.</p>
      <p>Let us compare to the waypoints the position of the vessel, which coincides with
the set of states depending on the state of the neighboring grid frames.</p>
      <p>These waypoints or grid nodes will be represented as a field superimposed on the
chart. The neighbors of the frame in which the vessel is currently located are frames
that are in contact with the frame of the vessel. A set of target vessels located in
proximity and relative to the vessel frame forming the interaction field considered in this
model. In the case of the standard cartographic Mercator projection [28], we will call
the four frames as the transition framework, which have a common side with the
vessel frame. At each time point, the state of the vessel frame varies depending on the
state of the interaction field.</p>
      <p>In order to apply the developed model in practice, the frames are transformed
according to the principles of vessel movement in space. For each specific case, the
transition frame will have different outlines. For example, if the speed of the vessel
increases, the frame will be extended.</p>
      <p>Suppose that each vessel seeks to move in a certain (one of the four) direction. If it
is impossible to move in the preferred direction, the presence of insurmountable
cartographic obstacles on the way, constraining by the draft vessel or a significant
amount of marine traffic, the navigator tries to change the direction of vessel course,
choosing one at which the obstacles are minimal.</p>
      <p>Accepting the fact that navigators of maritime transport can view the situation
through radar and NIS (Nautical Information Systems) [29] in a location at a distance
r and choose the direction in which they observe the least amount of marine traffic
and the absence of cartographic obstacles (Fig. 6).</p>
      <p>VACA performs the task of defining the frames on the map and forms the
trajectory of the ship for safe divergence   1  2  ...   Ntg . The approach defines
two stages: the use of the on-board controller of the determining constraint (fixed and
dynamic); a module that defines a discrete change in time constraints [30].</p>
      <p>This approach allows you to track dynamic spatial changes of restrictions on the
map by analyzing displacement vectors. The approach creates a trajectory of safe
movement of your own ship through conditionally defined grid nodes and test vectors
are used: VT  VT  cos KT ,VT  sin KT  . The most effective divergence vectors
determine the strategy for the automated divergence of the vessel during dynamically
changing constraints. The use of VACA allows the identification of the fact of loss of
control of the vessel’s maneuverability due to the human factor to bring the vessel to
the safest cell (area) at location (Fig. 7).</p>
      <p>In the Figure 8, the number “1” denotes the areas of permissible screpancy
parameters for many targets, including maneuvering ones, as well as obstacles in the
coordinates speed - screpancy course at different points in the time.</p>
      <p>As can be seen from the presented matrices, fragments with the value “0” prevail
after a certain period of time, which indicates the expansion of non safe maneuvering
zones. In situations where the matrix elements with a value of "0".</p>
      <p>An analysis of the database for the feasibility of using VACA is shown on the graph in
the form of the number of accidents along the Bosporus Strait, 15.66 Nm (Fig. 9). The
presented dependence indicates that the accident rate drops by 44% when using VACA.</p>
      <p>The operation of VACA was also analyzed according to the levels of interaction
with the navigation watch when passing a location. In this case, the VACA trigger
levels are divided into three options (Fig. 10):
1 - VACA warns the navigational watch with a signal that the ship enters the zone
of heightened attention, with no visible danger, but the probability is 20-30%.</p>
      <p>2 - VACA warns the navigation watch with a signal that the vessel enters the zone
of heightened attention, while informing the captain or chief officer that need to climb
the bridge and take vessel control, the probability of an emergency is from 31 to 50%.</p>
      <p>3 - VACA will switch the vessel handling to fully automated control mode, calling
the captain and chief officer to the bridge with arise sound of vessel general alarm. At
the same time, the VACA urgently reduce main engine RPM till “Dead Slow Ahead”
and determining the zones of zero probability of collision, performs an automated
divergence maneuver.</p>
      <p>In order to determine the effectiveness of the VACA application, a module was
developed in the form of a three-dimensional graph (Fig. 11). The graph allows displaying the
coverage of VACA during the execution of maneuvers on the ship’s passage. During the
VACA operation, the function of plotting along the axes is activated: Y is the complexity
of the route zone, X is the order of the route zone, Z is the number of accidents.</p>
      <p>The graph shows that the three-dimensional figure in red reflects the complexity of the
route, taking into account both geographic parameters and the characteristics of the
experience of the navigation watch. The blue three-dimensional shape represents the
precautionary response of VACA. In the area of the third zone, there is a small warning of a
negative situation due to the human factor, which indicates the need to strengthen the
navigation watch in this area of the vessel’s passage. The total reserve of VACA
functionality over the time is 69%, which indicates its feasibility for use in the route planning and
passage process. This graph allows us to perform an analysis of the likelihood of an
emergency situation while keeping a navigation watch, as well as to prevent the human factor
of the navigator in its early stages. The general scheme of interaction of the vessel
automated course alteration system with the navigator is presented in Figure 12.</p>
      <p>The base of navigator’s reactions to the stimulus accumulates over a long time. A
selection of parameters that affects the loss of control of the situation can be interpreted as
objects xi on task classes  i  0,1. The objective of VACA is to reduce the likelihood of
errors when using navigation hazard classification algorithms a j .</p>
      <p>A formal description of this process will be based on threshold classifiers, taking
into account the specifics of VACA, [31]:</p>
      <p> j  i,  i  0,
a j xi  i  0  </p>
      <p> j  i,  i  0.</p>
      <p>Then the condition Ei for determining classification algorithms a j giving
errorfree samples of object parameters will look like:
The basic principles and research were discussed at the 10th International scientific
and practical conference MINTT-2018 [32].</p>
      <p>The introduction of software will allow quickly and efficiently process large
amounts of data and highlight the classification signs of the negative manifestation of
the human factor, both among cadets and experienced seafarers during traineeships
and advanced training in accordance with the standards of IMO and STCW 78/85. It
will also allow developing the professional competence of the cadets with the use of
innovative learning and psychological technologies [33-36]. In the future, further
research is planned to develop software, in the form of an expert system that
determines deviations from a given course during the passage, as well as inadequate
reactions when performing classical maneuvers when vessels diverge in constrained areas.</p>
    </sec>
    <sec id="sec-4">
      <title>Conclusion</title>
      <p>Analysis of the effectiveness of the developed models and software gives grounds to
assert that the approaches described in the article allow increasing the safety of
navigation in restricted navigation areas, reducing the periods of the negative influence of
the human factor due to the transition to automated vessel control.
 Software tools have been developed that allow identifying on the cartographic
panel the zones with the highest risk of accidents by analyzing the passage of
locations on the NTPRO 5000, as part of an expert disaster prevention system.
 A module for automated analysis of the ECDIS database has been developed,
which allows determining geolocation on Google maps, as well as periods of loss
of control over the management of the vessel due to persistent negative reactions of
the navigator during difficult navigation.
 Algorithmic software has been developed for automated recognition of the critical
number of target vessels by AIS means for switching to autopilot in areas with the
highest risk of accidents.
 The analysis of the performance of VACA in maritime transport was carried out by
statistical analysis of simulator training data for cadets of the Kherson State
Maritime Academy (Ukraine), confirming the appropriateness of the use of the
designated approaches and software.
6</p>
    </sec>
    <sec id="sec-5">
      <title>Acknowledgments</title>
      <p>The work is carried out within the framework of “Development of software for
improving the quality of functioning of dynamic positioning systems of ships” (state
registration number 0119U100948), of navigation and ECDIS departments of
Kherson State Maritime Academy Navigation Faculty (scientific adviser: Ph.D. Associate
Professor, Deputy Rector for scientific and pedagogical work, Kherson State
Maritime Academy, Ukraine, Ben A.P.).
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